Marco Golla - Dokumente zum Namen - alle Infos bei Yasni.de

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[ ] A note on cobordisms of algebraic knots

arxiv.org

From: Marco Golla [view email] [v1] Tue, 29 Sep :53:56 UTC (65 KB) [v2] Mon, 12 Oct :33:31 UTC (77 KB) [v3] Tue, 28 Jun :28:03 UTC ...

[PDF] Some 3-manifolds do not bound definite 4-manifolds8ecm.si › system › admin › abstracts › pdfs › original › marco-golla

8ecm.si

Marco Golla. CNRS, University of Nantes . Many construction of 3-manifolds automatically come with a 4-manifold with definite ...

Rational cuspidal curves and symplectic fillings - arXivarXiv

arxiv.org

von M Golla · · Zitiert von: 2 — Authors:Marco Golla, Laura Starkston · Download PDF. Abstract: A symplectic rational cuspidal curve with positive self-intersection number ... › math

A note on cobordisms of algebraic knots 1 IntroductionUniversity of Oxford

ora.ox.ac.uk

von J Bodnár · · Zitiert von: 23 — MARCO GOLLA. In this note we use Heegaard Floer homology to study smooth cobordisms of algebraic knots and complex deformations of cusp singularities of ...

Berlin-Hamburg symplectic seminarUniversität Hamburg

www.math.uni-hamburg.de

Marco Golla (Nantes) Singular symplectic curves: constructions, isotopy, fillings. I will discuss a construction, existence and uniqueness (up to isotopy) ...

The signature of geometrically decomposable aspherical 4-manifoldsarxiv.org › math

arxiv.org

· The signature of geometrically decomposable aspherical 4-manifolds. Authors:Luca Fabrizio Di Cerbo, Marco Golla.

[ ] Ozsváth-Szabó invariants of contact surgeries

arxiv.org

From: Marco Golla [view email] [v1] Wed, 25 Jan :39:56 GMT (373kb,D) [v2] Wed, 16 Jan :06:28 GMT (939kb). Which authors of ...

[ ] Linear independence in the rational homology cobordism...

arxiv.org

Authors: Marco Golla, Kyle Larson. (Submitted on 21 Mar 2018). Abstract: We give simple homological conditions for a rational homology 3-sphere Y to have ...

Marco Gollausers.renyi.hu › ~agdt › agdt_seminar › abstracts › golla23

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Marco Golla. Title: Alexander polynomials and symplectic curves in CP2. Abstract: Libgober defined Alexander polynomials of (complex) plane projective curves ...

On Stein fillings of contact torus bundles - Oxford AcademicOxford University Press

academic.oup.com

von M Golla · · Zitiert von: 19 — On Stein fillings of contact torus bundles. Marco Golla,. Marco Golla. Dipartimento di Matematica. Università di Pisa. Largo Bruno Pontecorvo Pisa. › blms

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Dokumente zum Namen Marco Golla